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Angle Addition Postulate? - Answers

It's very similar to the Segment Addition Postulate. m<ABC=m<ABD + m<DBC. An angle is a figure that's formed by two rays with a common endpoint called a vertex. (the vertex will always be in the center of your angle). Ex: m<ABD = 37 degrees and m<ABC = 84 degrees. Find m<DBC. It might help if you draw a picture. *Remember, BD bisects (or divides) <ABC* m<ABC=m<ABD + m<DBC 84 degrees = 37 degrees + m<DBC -37 -37 47 degrees = m<DBC Now try one on your own: m<XYZ = 121 degrees and m<XWY = 59 degrees. Find m<YWZ. Drawing a picture will help.



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Angle Addition Postulate? - Answers

https://math.answers.com/math-and-arithmetic/Angle_Addition_Postulate

It's very similar to the Segment Addition Postulate. m<ABC=m<ABD + m<DBC. An angle is a figure that's formed by two rays with a common endpoint called a vertex. (the vertex will always be in the center of your angle). Ex: m<ABD = 37 degrees and m<ABC = 84 degrees. Find m<DBC. It might help if you draw a picture. *Remember, BD bisects (or divides) <ABC* m<ABC=m<ABD + m<DBC 84 degrees = 37 degrees + m<DBC -37 -37 47 degrees = m<DBC Now try one on your own: m<XYZ = 121 degrees and m<XWY = 59 degrees. Find m<YWZ. Drawing a picture will help.



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https://math.answers.com/math-and-arithmetic/Angle_Addition_Postulate

Angle Addition Postulate? - Answers

It's very similar to the Segment Addition Postulate. m<ABC=m<ABD + m<DBC. An angle is a figure that's formed by two rays with a common endpoint called a vertex. (the vertex will always be in the center of your angle). Ex: m<ABD = 37 degrees and m<ABC = 84 degrees. Find m<DBC. It might help if you draw a picture. *Remember, BD bisects (or divides) <ABC* m<ABC=m<ABD + m<DBC 84 degrees = 37 degrees + m<DBC -37 -37 47 degrees = m<DBC Now try one on your own: m<XYZ = 121 degrees and m<XWY = 59 degrees. Find m<YWZ. Drawing a picture will help.

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      It's very similar to the Segment Addition Postulate. m<ABC=m<ABD + m<DBC. An angle is a figure that's formed by two rays with a common endpoint called a vertex. (the vertex will always be in the center of your angle). Ex: m<ABD = 37 degrees and m<ABC = 84 degrees. Find m<DBC. It might help if you draw a picture. *Remember, BD bisects (or divides) <ABC* m<ABC=m<ABD + m<DBC 84 degrees = 37 degrees + m<DBC -37 -37 47 degrees = m<DBC Now try one on your own: m<XYZ = 121 degrees and m<XWY = 59 degrees. Find m<YWZ. Drawing a picture will help.

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